Complete the series: $28,126,344,1332,\dots$

Let's analyze the mathematical structure of each term in the series:
* $28=27+1=3^3+1$
* $126=125+1=5^3+1$
* $344=343+1=7^3+1$
* $1332=1331+1=11^3+1$

The base numbers are $3,5,7,11$, which form a sequence of consecutive prime numbers. The next prime number after $11$ is $13$.

Following the exact same pattern, the missing term is:

$$13^3+1=2197+1=2198$$